Question

Which Venn diagram represents the relation between squares, rectangles and polygons

Answer 1

Answer:

venn diagram attached step by step

Explanation:

all squares are rectangles too=

square is a subset of rectangles rectangle and square both are polygon.

Answer 2

All Squares are rectangle too

Square is a subset of Rectangles

Rectangle & Square both are polygon

Hence both are subset of polygon

S ⊂ R ⊂ P

Square ⊂ Rectangle ⊂ Polygon

Explanation:

• A "Venn diagram", also known as a "primary diagram", or a "diagram" or "logical diagram", is a chart which shows all the logical relationships between a "finite collection" of different sets. These diagrams represent components as "points" on the "plane" & "sets" within closed curves. A "Venn diagram" comprise several "overlapped curves", typically "circles", each of which is a "set".
• The points in a curve called S are components of the S group while the points beyond the boundaries are components not in the S group. For example, the set of all components which are members of both S and T sets, referred to as S / T and read "S & T" intersections," is visually depicted as an overlap area in regions S and T. The curves are "overlapped" in Venn diagrams in every way possible, revealing the relationships between the sets.
• They are also a particular case of Euler charts that don't represent all partnerships obviously. John Venn designed diagrams around 1880. They are used to teach primary set theory & to explain basic set associations in probability, logic, mathematics, linguistics and IT. An region-proportion (or a scaled Venn diagram) is considered a Venn diagram in which the region of an object is proportionate to the number of components found there.

To know more

Observe the Venn diagram and write the given sets U, A, B, A∪B ...

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